Singapore Exchange Rate Against Usd, 1957

This report focuses on reconciliation with uncertain, better and clearer data that people can access. The Market For Pharmaceutical Vials Is Expected to Reach Rise at A CAGR Of 9%During the Forecast Period. Samsung also plans to support this phone with at least four years of security updates, which at this price range is as good as it gets.

As a result, this raised concerns about the validity and reliability of using Libor as a global benchmark for financial transactions. Build your trading and investment products using the leading venue in interbank liquidity to https://priceconverter.org/ create your benchmarks, tracking the performance of globally strategic currencies. The WMR is one of the most widely used suite of FX benchmarks and Refinitiv understands how important these rates are to all users, globally.

  • The data reached an all-time high of 3.061 in Nov 1971 and a record low of 1.209 in Aug 2011.
  • Licensing and corresponding fees vary according to intended use of the data, delivery mechanism, as well as the time of delivery .
  • Don't forget to check the rates which are offered by your chosen provider against the mid-market exchange rate shown in our currency table, to make sure you're getting a good deal.
  • Through Livepriceofgold.com you will be able now to follow the gold rate according to your country and according to your country currency.

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Consequently, amending the intra-group financial agreement regularly would necessitate benchmark setting. This can force taxpayers to conduct more in-depth analysis, for example by using credit default swaps or economic modelling to obtain more relevant results than analysis with benchmarks from public data. The SORA, published by the Monetary Authority of Singapore, is the volume-weighted average rate of borrowing transactions in the unsecured overnight interbank Singapore dollar cash market in Singapore. The Treasury Markets Association identified the HONIA as an alternative reference rate to the Hong Kong Interbank Offered Rate in Hong Kong, which is also a risk-free overnight interbank funding rate based solely on transaction data. STR reflects the wholesale euro unsecured overnight borrowing costs of banks located in the euro area.

Countries That Use The U S Dollar

Binance USD has a global 24-hour trading volume of S$14,651,472,260. Binance USD can be traded across 146 different markets and is most actively traded in Binance. Consumers who wish to exchange U.S. dollars for Singapore dollars will see the exchange rate posted as USD/SGD. The Singapore dollar is the twelfth most traded currency in the world, and the third-highest in Asia, behind the Japanese yen and China's renminbi. The SGD accounts for nearly 1.8% of daily volume http://beaugqww327.timeforchangecounselling.com/953-usd-to-gbp in currency trading. The Singapore dollar (S$) is a currency in the island state of Singapore.

The currency calculator will convert exchange rate of United States dollar to Singapore dollar . The worst day to change US dollars in Singapore dollars was the Monday, 31 May 2021. News Corp is a global, diversified media and information services company focused on creating and distributing authoritative and engaging content and other products and services. Our currency converter will show you the current USD to SGD rate and how it’s changed over the past day, week or month. Create a chart for any currency pair in the world to see their currency history. These currency charts use live mid-market rates, are easy to use, and are very reliable.

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"

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